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theorems:spin_statistics_theorem [2018/04/09 10:55]
tesmitekle
theorems:spin_statistics_theorem [2018/04/09 13:12]
jakobadmin [Concrete]
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   ​   ​
 <tabbox Concrete> ​ <tabbox Concrete> ​
 +<​diagram>​
 +| AA|| BB |AA=particles with half-integer spin|BB=particles with integer spin
 +| |!@4| | | | !@4| |
 +| AA|| BB |AA=Fermi-Dirac statistics|BB=Bose-Einstein statistics
 +</​diagram>​
 +
 +----
  
   * http://​math.ucr.edu/​home/​baez/​spin_stat.html   * http://​math.ucr.edu/​home/​baez/​spin_stat.html
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 <tabbox Why is it interesting?> ​ <tabbox Why is it interesting?> ​
 The spin-statistics theorem tells us that there can be never two identical fermions in the same state (they anticommute),​ while there can be arbitrarily many identical bosons. The spin-statistics theorem tells us that there can be never two identical fermions in the same state (they anticommute),​ while there can be arbitrarily many identical bosons.
 +<tabbox FAQ>
  
 +-->Why are anticommutators needed in quantization of Dirac fields?#
 +see https://​physics.stackexchange.com/​questions/​17893/​why-are-anticommutators-needed-in-quantization-of-dirac-fields
 +<--
 </​tabbox>​ </​tabbox>​
  
  
theorems/spin_statistics_theorem.txt · Last modified: 2018/04/09 13:12 by jakobadmin